Answering JK Flip Flop Questions: How do I get xA' + x'A + xB?

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The discussion focuses on understanding the derivation of the expression xA' + x'A + xB from JK flip flop circuits. The user is confused about how to arrive at this result given J = x and K = xB'. They correctly identify the equation Q+ = JQ' + K'Q but struggle with the substitution process. Clarification is sought on determining K' and its implications in the context of excitation tables. The conversation emphasizes the need to visualize the circuit for better comprehension.
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We're analyzing JK flip flop circuits and I don't understand it.

So, Given that J = x, and K = xB' , my notes say that Q+ = JQ' + K'Q. I understand that. Then, substituting, we get xA' + x'A + xB.

I have no idea how that final result was obtained. Can anyone help me with this?
 
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Show and think about the circuit.
 
K = x'B

then what's the complement of K?

K' = ?

And look up the excitation tables.
 
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